Marissa Malibu Un Official Fan Site Tribute

Marissa Malibu : This Is An Un Official Fan Site Tribute
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Movie Title Year Distributor Notes Rev Formats 2 Hung 2 Tongue 1992 Midnight Video O Adult Video News Awards 1992 1992 VCA NonSex Ambitious Blondes 1992 Visual Images America's Raunchiest Home Videos 24 1992 Zane Entertainment Group And The Winner Is... Racquel Darrian 2003 Vivid LezOnly 1 DRO Backdoor to Cannes 1993 VCA Backstage Entrance 1992 Factory Home Video Backstage Entrance 2 1992 Factory Home Video Backway Inn 1 1992 Fat Dog Backway Inn 2 1992 Fat Dog D Beaver Juice 1992 Las Vegas Video Behind the Scenes 1992 Midnight Video O Best Bi Far 3 1993 Catalina Video Distributors Bi-ology: The Making of Mr. Right 1994 Catalina Video Distributors Blonde Beaver Bonanza 1992 Too Cool Bubble Butts 3 1992 L.B.O. Entertainment Anal DO Butt's Up Doc 1 1992 Gourmet Video Collection LezOnly DRO Buttwoman 2 1992 Factory Home Video Buttwoman 3 1992 Factory Home Video Carnal Carnival 1993 Filmco Releasing 1 Christy in the Wild 1992 Vivid LezOnly 2 DRO
Committed 1992 Legend Video Compendium Of Bruce Seven's Most Graphic Scenes 4 1993 Evil Angel NonSex O Control Issues 1992 Bruce Seven Productions DO Cookie 'n Cream 1992 Moonlight Entertainment Facial O Dig It 1994 Fat Dog Dirty Doc's Lesbi' Friends 10 1994 Las Vegas Video LezOnly Down Bi Law 1992 Catalina Video Distributors DRO Dungeon Master 1992 Evil Angel NonSex O Erotic Ambition 1994 Unknown Fast Girls 3 1992 X-Plus Fast Track 1992 Lipstik Video LezOnly O Hardcore Collection 7 1995 L.B.O. Entertainment O Herman's Bed 1993 Filmco Releasing Hidden Obsessions 1992 Ultimate Video 4 DR Hot Pie Delivery 1993 Arrow Productions DRO I Remember When... 1992 Atlas L.A.D.P. 1992 HIP Video DR Lawnmower Woman 1992 Midnight Video O Laying Down the Law 1 1992 Arrow Productions LezOnly O Lesbian Love Connection 1992 Lipstik Video LezOnly 1 O Lesbian Pros And Amateurs 10 1992 Gourmet Video Collection LezOnly Lesbian Pros And Amateurs 9 1992 Gourmet Video Collection LezOnly M.C. Jammer 1992 Unknown Maiden Heaven 1 1992 Midnight Video LezOnly Marissa Malibu 1 1991 Personal Touch MastOnly Marissa Malibu 2: Nooner 1992 Personal Touch MastOnly

Married With Hormones 2 1992 HIP Video DO Mr. Peepers' Amateur Home Videos 39: Cumming In Colors 1992 L.B.O. Entertainment O Mummy Dearest 3 1992 Las Vegas Video Musical Bedrooms 1993 Arrow Productions O Mystery of the Male Tease Dildo 1992 Stroker Video Nightmare on Dyke Street 1992 Fresh Video 1 DO Obsexxed 1992 Vidco Entertainment DRO Penetrating Thoughts 1992 Las Vegas Video MastOnly Poor Little Rich Girl 2 1993 Wicked Pictures LezOnly DRO Power and the Passion 1993 Pepper Productions Professor Sticky's Anatomy 3X 2 1992 Filmco Releasing Pussy Galore 1993 Caballero Home Video LezOnly DRO Pussy To Die For 1992 Caballero Home Video 1 DR Racquel in the Wild 1992 Vivid D Rhapsody 1993 Video Team Secret Fantasies 4 1993 Unknown Servin' It Up 1993 VCA Sexual Olympics 1 1992 Video Team Sexual Olympics 2 1992 Video Team Silver Elegance 1992 Video Team Facial 1 Slipping It In 1992 Fat Dog Spanking Debutantes 1992 Red Board Video NonSex Temple Of Lust 1992 VCA 1 This Butt Lite is For You 1992 Atlas 1 Tori Welles Goes Behind the Scenes 1992 Fat Dog Whispers 1992 Filmco Releasing 1 DRO Wild Hearts 1992 Sin City Facial D Will And Ed Are Geeks In Heat 1994 Midnight Video Will And Ed's Bogus Gang Bangs 1991 Midnight Video Will And Ed's Excellent Boner Christmas 1991 Midnight Video O Will And Ed's Keister Easter 1992 Midnight Video Emil Post (1936) and Alan Turing (1936–37, 1939) Emil Post (1936) described the actions of a "computer" (human being) as follows: "...two concepts are involved: that of a symbol space in which the work leading from problem to answer is to be carried out, and a fixed unalterable set of directions. His symbol space would be "a two-way infinite sequence of spaces or boxes... The problem solver or worker is to move and work in this symbol space, being capable of being in, and operating in but one box at a time.... a box is to admit of but two possible conditions, i.e., being empty or unmarked, and having a single mark in it, say a vertical stroke. "One box is to be singled out and called the starting point. ...a specific problem is to be given in symbolic form by a finite number of boxes [i.e., INPUT] being marked with a stroke. Likewise, the answer [i.e., OUTPUT] is to be given in symbolic form by such a configuration of marked boxes... "A set of directions applicable to a general problem sets up a deterministic process when applied to each specific problem. This process terminates only when it comes to the direction of type (C ) [i.e., STOP]".[105] See more at Post–Turing machine Alan Turing's statue at Bletchley Park Alan Turing's work[106] preceded that of Stibitz (1937); it is unknown whether Stibitz knew of the work of Turing. Turing's biographer believed that Turing's use of a typewriter-like model derived from a youthful interest: "Alan had dreamt of inventing typewriters as a boy; Mrs. Turing had a typewriter, and he could well have begun by asking himself what was meant by calling a typewriter 'mechanical'".[107] Given the prevalence of Morse code and telegraphy, ticker tape machines, and teletypewriters we[who?] might conjecture that all were influences. Turing—his model of computation is now called a Turing machine—begins, as did Post, with an analysis of a human computer that he whittles down to a simple set of basic motions and "states of mind". But he continues a step further and creates a machine as a model of computation of numbers.[108] "Computing is normally done by writing certain symbols on paper. We may suppose this paper is divided into squares like a child's arithmetic book...I assume then that the computation is carried out on one-dimensional paper, i.e., on a tape divided into squares. I shall also suppose that the number of symbols which may be printed is finite... "The behavior of the computer at any moment is determined by the symbols which he is observing, and his "state of mind" at that moment. We may suppose that there is a bound B to the number of symbols or squares which the computer can observe at one moment. If he wishes to observe more, he must use successive observations. We will also suppose that the number of states of mind which need be taken into account is finite... "Let us imagine that the operations performed by the computer to be split up into 'simple operations' which are so elementary that it is not easy to imagine them further divided."[109] Turing's reduction yields the following: "The simple operations must therefore include: "(a) Changes of the symbol on one of the observed squares "(b) Changes of one of the squares observed to another square within L squares of one of the previously observed squares. "It may be that some of these change necessarily invoke a change of state of mind. The most general single operation must, therefore, be taken to be one of the following: "(A) A possible change (a) of symbol together with a possible change of state of mind. "(B) A possible change (b) of observed squares, together with a possible change of state of mind" "We may now construct a machine to do the work of this computer."[109] A few years later, Turing expanded his analysis (thesis, definition) with this forceful expression of it: "A function is said to be "effectively calculable" if its values can be found by some purely mechanical process. Though it is fairly easy to get an intuitive grasp of this idea, it is nevertheless desirable to have some more definite, mathematical expressible definition ... [he discusses the history of the definition pretty much as presented above with respect to Gödel, Herbrand, Kleene, Church, Turing, and Post] ... We may take this statement literally, understanding by a purely mechanical process one which could be carried out by a machine. It is possible to give a mathematical description, in a certain normal form, of the structures of these machines. The development of these ideas leads to the author's definition of a computable function, and to an identification of computability † with effective calculability ... . "† We shall use the expression "computable function" to mean a function calculable by a machine, and we let "effectively calculable" refer to the intuitive idea without particular identification with any one of these definitions".[110] J.B. Rosser (1939) and S.C. Kleene (1943) J. Barkley Rosser defined an 'effective [mathematical] method' in the following manner (italicization added): "'Effective method' is used here in the rather special sense of a method each step of which is precisely determined and which is certain to produce the answer in a finite number of steps. With this special meaning, three different precise definitions have been given to date. [his footnote #5; see discussion immediately below]. The simplest of these to state (due to Post and Turing) says essentially that an effective method of solving certain sets of problems exists if one can build a machine which will then solve any problem of the set with no human intervention beyond inserting the question and (later) reading the answer. All three definitions are equivalent, so it doesn't matter which one is used. Moreover, the fact that all three are equivalent is a very strong argument for the correctness of any one." (Rosser 1939:225–226) Rosser's footnote No. 5 references the work of (1) Church and Kleene and their definition of ?-definability, in particular Church's use of it in his An Unsolvable Problem of Elementary Number Theory (1936); (2) Herbrand and Gödel and their use of recursion in particular Gödel's use in his famous paper On Formally Undecidable Propositions of Principia Mathematica and Related Systems I (1931); and (3) Post (1936) and Turing (1936–37) in their mechanism-models of computation. Stephen C. Kleene defined as his now-famous "Thesis I" known as the Church–Turing thesis. But he did this in the following context (boldface in original): "12. Algorithmic theories... In setting up a complete algorithmic theory, what we do is to describe a procedure, performable for each set of values of the independent variables, which procedure necessarily terminates and in such manner that from the outcome we can read a definite answer, "yes" or "no," to the question, "is the predicate value true?"" (Kleene 1943:273) History after 1950 A number of efforts have been directed toward further refinement of the definition of "algorithm", and activity is on-going because of issues surrounding, in particular, foundations of mathematics (especially the Church–Turing thesis) and philosophy of mind (especially arguments about artificial intelligence). For more, see Algorithm characterizations.

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